Question
Write the solutions to the given equation.
Rewrite them as the linear-quadratic system of equations and graph them to solve.
![5 minus 0.5 x squared equals negative 0.5 x plus 2](data:image/png;base64,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)
Hint:
A quadratic equation is when the polynomial has a degree two. A graph is a geometrical representation of an equation.
We are asked to solve the equation graphically by arranging them in a linear-quadratic equation.
The correct answer is: We are asked to solve the equation graphically by arranging them in a linear-quadratic equation.
Step 1 of 2:
The given equation is
.
Re arranging them, we get:
![table attributes columnalign right left right left right left right left right left right left columnspacing 0em 2em 0em 2em 0em 2em 0em 2em 0em 2em 0em end attributes row cell 5 minus 0.5 x squared equals negative 0.5 x plus 2 space space space space space end cell row cell 0.5 x squared minus 0.5 x plus 2 minus 5 equals 0 space space space end cell row cell 0.5 x squared minus 0.5 x minus 3 equals 0 space space space space space space space space space end cell row cell 5 x squared minus 5 x minus 30 equals 0 space space space space space space space space space space space space space end cell row cell x squared minus x minus 6 equals 0 space space space space space space space space space space space space space space space space space space space end cell end table](data:image/png;base64,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)
Here, once we rearrange it, we multiply the equation with ten to remove the decimal. Then, take out five to factorize into the simplest form.
Step 2 of 2:
Graph the equation to get the solution:
. ![](data:image/png;base64,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)
Thus, the solution of the equation is:
.
A lot of the quadratic equations can be solved using identities and factorization. You would get a maximum of two solutions for each quadratic equation.
Related Questions to study
Prove the following statement.
The length of any one median of a triangle is less than half the perimeter of the triangle.
Prove the following statement.
The length of any one median of a triangle is less than half the perimeter of the triangle.
Select the three most common text features
Select the three most common text features
Solve 3.5x+19≥1.5x-7
Solve 3.5x+19≥1.5x-7
Determine whether each graph represents a function ?
![](data:image/png;base64,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)
An equation of the form y = f(x) is called a function if there is a unique value of y for every value of x. In other words, every value of x must have one value of y. When we draw a vertical, it cuts x axis at one point, we take that point to be x. If the vertical line cuts the graph at two points, then it gives two values of y for one value of x. This does not represent a function.
Determine whether each graph represents a function ?
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)
An equation of the form y = f(x) is called a function if there is a unique value of y for every value of x. In other words, every value of x must have one value of y. When we draw a vertical, it cuts x axis at one point, we take that point to be x. If the vertical line cuts the graph at two points, then it gives two values of y for one value of x. This does not represent a function.
Choose the negative adjectives starting with ' u '
Choose the negative adjectives starting with ' u '
Describe the possible values of x.
![](data:image/png;base64,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)
Describe the possible values of x.
![](data:image/png;base64,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)
Write the solutions to the given equation.
Rewrite them as the linear-quadratic system of equations and graph them to solve.
![x squared plus 1 equals x plus 3](data:image/png;base64,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)
Write the solutions to the given equation.
Rewrite them as the linear-quadratic system of equations and graph them to solve.
![x squared plus 1 equals x plus 3](data:image/png;base64,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)
Describe the possible lengths of the third side of the triangle given the lengths of the other two sides.
5 inches, 12 inches
Describe the possible lengths of the third side of the triangle given the lengths of the other two sides.
5 inches, 12 inches
Identify the common noun in the given sentence
"The mice are afraid of a cat"
Identify the common noun in the given sentence
"The mice are afraid of a cat"
How many solutions does the given system of equations have?
y=x & y=x2
How many solutions does the given system of equations have?
y=x & y=x2
How can you determine whether the relationship between side length and area is a function?
![](data:image/png;base64,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)
If it is a function, say whether it is linear or non linear function ?
There are other ways to determine whether a function is linear or not, like, checking if the slope is equal between each of the points or if the equation can be written in the form of y = ax + b, where a and b are constants.
How can you determine whether the relationship between side length and area is a function?
![](data:image/png;base64,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)
If it is a function, say whether it is linear or non linear function ?
There are other ways to determine whether a function is linear or not, like, checking if the slope is equal between each of the points or if the equation can be written in the form of y = ax + b, where a and b are constants.